تمر عملية النشر في المجلات العلمية المحمكة بالعديد من المراحل من وقت إرسال الورقة العلمية إلى المجلة إلى قبول ونشر الورقة. ومن ضمن هذه المراحل هى عملية تقييم الأبحاث من قبل المحكمين والتى يطلق عليها peer review (متخصصين فى نفس مجال المقالة). تعتبر هذه المرحلة من أهم المراحل حيث إن عملية قبول ونشر الورقة العلمية تعتمد عليها بدرجة كبيرة. ولا يعلم العديد من الباحثين بأن هناك أنواع من عملية التقييم، وفيما يلي سوف يتم عرض الأنواع الشائع من عملية مراجعة النظراء peer review:
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)
النوع الأول: Single Blind Peer Review
وفى هذا النوع من التقييم لا يعلم فيه المؤلف من هو المحكم، ولكن المحكم يكون على علم بهوية المؤلف عند قبوله أو رفضه عملية التحكيم وأثناء عملية التقييم أيضا.
النوع الثاني: Double Blind Peer Review
وهنا لا يقوم محرر المجلة بالسماح بالمؤلف بالاطلاع على أسماء المحكمين، كما أنه لا يسمح للمحكمين أيضا بالاطلاع على هوية المؤلف. لذلك يتم مسح أسماء المؤلفين وانتمائاتهم عند إرسال المقال للمحكمين لكي لا يتم الاطلاع عليهم.
النوع الثالث: Open Peer Review
وهنا يكون كلا من المؤلف والمحكم على علم بهوية بعضهما البعض. فى هذا النوع تسمح المجلة فيه بنشر تعليقات المحمكين جنبا إلى جنب مع ردود المؤلفين فى المقالة عند قبولها للنشر.
النوع الرابع: Collaborative Peer Review
يحدث هذا النوع من التقييم على منصات مملوكه للمجلة، حيث يقوم فيها كل من المحكمين والمؤلفين بمناقشة التعديلات والتطورات التي يمكن إضافاتها للبحث لكي يتم تطويره. في بعض الأحيان تكون هوية المحكم مخفية أو لا يعلمه المؤلف، ولكنه يتم الكشف عنها عند النشر.
النوع الخامس: Third-Party Peer Review
وهنا يكون هناك طرف ثالث فى العلاقة بين المؤلف والمجلة، حيث يتعين على المؤلف قبل إرسال الورقة العلمية إلى المجلة أن يقوم بإرساله إلى خدمة تحكيم أبحاث تكون مستقلة بذاتها وليست تابعه للمجلة. بناءً على تعديلات هؤلاء المحكمين يتم عمل التعديلات وإرسال المقال إلى المجلة فى نهاية الأمر.
النوع السادس: Post-Publication Peer Review
وهنا تقوم المجلة بإنشاء منصة على سبيل المثال منصة مناقشة لما بعد النشر. فعندما تكون الورقة العلمية متاحه للنشر يتم وضعها على المنصة ويُسمح لأي قارئ أن يضع رأيه أو يطلع على الورقة العلمية.
النوع السابع: Cascading Peer Review
وفى هذا النوع من التقييم عندما يتم رفض الورقة بعد التحكيم وذلك لأنها ليس ضمن اختصاصات المجلة أو تفتقر إلى معايير المجلة، فإن المجلة تقوم بالاقتراح على المؤلفين بأن يقوموا بارسال الورقة إلى مجلة بديلة جنبا إلى جنب مع المحكمين. غالبا تكون المجلة الجديدة تقع تحت نفس مظلة الناشر.
وفي الختام يمكنكم تحميل أشهر المجلات العلمية المحكمة في الجامعات السعودية خلال الضغط: تحميل النص الكامل